
\begin{table}[h]
\begin{center}
\begin{tabular}{l c c c c c c}
\hline
 & Overall & Overall & Gender & Environment & Europe & Immigration \\
\hline
Strike Year (2019)                      & $0.27^{***}$ & $0.27^{***}$ & $1.28^{***}$  & $1.22^{***}$ & $1.52^{***}$  & $-0.60^{***}$ \\
                                        & $(0.06)$     & $(0.05)$     & $(0.17)$      & $(0.12)$     & $(0.20)$      & $(0.17)$      \\
After women's strike                    & $-0.01$      & $0.05$       & $0.02$        & $0.61^{*}$   & $0.33$        & $0.93^{*}$    \\
                                        & $(0.14)$     & $(0.12)$     & $(0.36)$      & $(0.29)$     & $(0.49)$      & $(0.40)$      \\
Strike Year (2019) * After Women Strike & $-0.09$      & $-0.10$      & $0.07$        & $-0.10$      & $-1.36^{***}$ & $-0.26$       \\
                                        & $(0.08)$     & $(0.07)$     & $(0.25)$      & $(0.18)$     & $(0.29)$      & $(0.24)$      \\
(Intercept)                             & $3.60^{***}$ & $3.63^{***}$ & $-1.67^{***}$ & $0.62^{***}$ & $-0.60^{*}$   & $0.50^{*}$    \\
                                        & $(0.07)$     & $(0.08)$     & $(0.31)$      & $(0.18)$     & $(0.31)$      & $(0.25)$      \\
\hline
Month FEs                               & \checkmark   & \checkmark   & \checkmark    & \checkmark   & \checkmark    & \checkmark    \\
Weekdays FEs                            &              & \checkmark   & \checkmark    & \checkmark   & \checkmark    & \checkmark    \\
AIC                                     & $5670.05$    & $5543.43$    & $1849.00$     & $2839.50$    & $1740.18$     & $2027.08$     \\
BIC                                     & $5736.25$    & $5636.12$    & $1941.68$     & $2932.19$    & $1832.86$     & $2119.76$     \\
Log Likelihood                          & $-2820.03$   & $-2750.72$   & $-903.50$     & $-1398.75$   & $-849.09$     & $-992.54$     \\
Deviance                                & $650.98$     & $651.20$     & $571.02$      & $663.57$     & $521.92$      & $591.56$      \\
Num. obs.                               & $610$        & $610$        & $610$         & $610$        & $610$         & $610$         \\
\hline
\multicolumn{7}{l}{\scriptsize{$^{***}p<0.001$; $^{**}p<0.01$; $^{*}p<0.05$}}
\end{tabular}
\caption{Statistical negative binomial models of the number of articles mentioning at least one female candidate. Robustness check for Table \ref{table:diffindiff} with share of all articles, rather than only those mentioning candidates.}
\label{table:appdiffindiff}
\end{center}
\end{table}
